The angle of elevation of the top of a tower from a point on the ground, which is 52 m away from the foot of
the tower is 45°. Find the height of the tower.. please guys I want it in berief
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Answer:
the distance of the point to ground is 52 m
angle of alevation is 45
height of tower =tanA=height of tower/distance of tower to the point on ground
tan 45= height of tower/52
1=height /52
so height of tower is 52 cm
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Let the Height of the TOWER be h metres.
- Distance of the Point of GROUND from the base of the TOWER is 52m.
- Angle of elevation of top of the tower from the POINT is 45⁰.
So, In order to find the HEIGHT OF TOWER we must use the tan T-RATIO.
→ tan ∅ = H/52
→ tan 45⁰ = H/52
→ 1 = H/52
→ H = 52
Hence, The height of TOWER is 52 Metres.
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